Steven R. Pagano

Email
pagano@ms.uky.edu

Phone Numbers
Office: +1 606 257 6819
Fax: +1 606 257 4078

Resources for Current Students
Course Syllabi for the Spring 2000 Semester, in MS Word 2000 format
   MA 162 Sections 013-020
   MA 213 Sections 001, 002, 005, 006

Notes and Samples for MA 162
   Exam I Sample Problems, and the answers to them
   Exam II Sample Problems, and the answers to them. There were some errors in the first edition, but I corrected them.
   Exam III Sample Problems, and the answers to them.
   Final Exam Topics Checklist

Notes and Samples for MA 213
   Homework Solutions
   Exam I Sample Problems
   Exam II Sample Problems
   EXAM II ANSWERS
   Exam III Sample Problems
   Exam III Answers
   Revised Homework Schedule and Assignments for Chapter 13
   Final Exam Checklist and Sample Questions

Mailing Address
   Department of Mathematics
   University of Kentucky
   941 Patterson Office Tower
   Lexington, KY 40506-0027

Office Hours, Spring 2000 Semester
MW 9:00-11:45

UK Web Pages
Mathematics Department
College of Arts and Sciences
University of Kentucky

 Matroids. In May of 1998, I graduated from Binghamton University with my Ph.D. in Mathematics. I studied Matroid Theory under Thomas Zaslavsky, and my dissertation title was "Representability and Separability of Matroids of Signed Graphs". What I've prepared for you here is a short introduction to both matroids and signed graphs. It's written so that anyone from a beginner to a seasoned mathematician can get something out of it. I hope you enjoy it. Those of you wishing more information can have a look at Tom's page

  Publications. I’ve submitted the following three articles.

·        “Binary Signed Graphs”. In Word 2000 and HTML formats.

·        “GF(4)-Representability of Bias Matroids of Signed Graphs: The 3-Connected Case”. In Word 2000 and HTML formats.

·        “Vector Representability of Bias Matroids of Signed Graphs”. In Word 2000 and HTML formats.

 Fiction. I've been writing stories for about 20 years now, and I've finally attained enough proficiency that I feel my stories are readable and enjoyable. Have a look here, and tell me if you agree. 

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